{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Well-tie - Volve"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The autoreload extension is already loaded. To reload it, use:\n",
      "  %reload_ext autoreload\n"
     ]
    }
   ],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "%matplotlib inline\n",
    "\n",
    "import os\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.cm as cm\n",
    "import segyio\n",
    "\n",
    "from scipy.signal import filtfilt\n",
    "from scipy.linalg import solve\n",
    "from scipy.sparse.linalg import lsqr\n",
    "from scipy.ndimage import gaussian_filter\n",
    "from scipy.interpolate import RegularGridInterpolator\n",
    "from matplotlib.colors import LinearSegmentedColormap\n",
    "from matplotlib.colors import Normalize\n",
    "\n",
    "from pylops.basicoperators import *\n",
    "from pylops.signalprocessing import *\n",
    "from pylops.utils.wavelets import *\n",
    "from pylops.avo.poststack import *\n",
    "from pylops.optimization.sparsity import *\n",
    "\n",
    "from pyproximal.proximal import *\n",
    "from pyproximal import ProxOperator\n",
    "from pyproximal.optimization.primal import *\n",
    "from pyproximal.optimization.primaldual import *\n",
    "from pyproximal.optimization.bregman import *\n",
    "from pyproximal.optimization.segmentation import *\n",
    "\n",
    "from htracker.jointinv import joint_inversion_segmentation\n",
    "from htracker.workflows import *\n",
    "\n",
    "plt.style.use('seaborn-ticks')\n",
    "matplotlib.rc('xtick', labelsize=13) \n",
    "matplotlib.rc('ytick', labelsize=13) \n",
    "plt.rc('font', size=15)\n",
    "plt.rc('axes', titlesize=15)\n",
    "plt.rc('axes', labelsize=15)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [],
   "source": [
    "cmap_ai = LinearSegmentedColormap.from_list('name', ['#800000', '#ffdb4d',\n",
    "                                                     '#006600', '#0099cc',\n",
    "                                                     '#0059b3'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "metadata": {},
   "outputs": [],
   "source": [
    "def vint2vrms(vint, t):\n",
    "    nt = t.size\n",
    "    dt = np.diff(t)\n",
    "    vrms = np.zeros(nt)\n",
    "    vrms[:-1] = np.cumsum(dt * (vint[:-1]**2));\n",
    "    vrms[:-1] = np.sqrt(vrms[:-1] / t[:-1]-t[0])\n",
    "    vrms[-1] = vrms[-2]\n",
    "    return vrms\n",
    "\n",
    "def vrms2vint(vrms, t):\n",
    "    nt = t.size\n",
    "    i1 = np.arange(0, nt-1)\n",
    "    i2 = np.arange(1, nt)\n",
    "    vint = np.zeros(nt)\n",
    "    vrms2 = vrms ** 2\n",
    "    vint[i1]= np.sqrt((vrms2[i2]*(t[i2] - t[0]) - vrms2[i1]*(t[i1] - t[0])) / (t[i2] - t[i1]))\n",
    "\n",
    "    #find and process non-physical ones\n",
    "    inp = np.where(vint<0);\n",
    "    if len(inp):\n",
    "        vint[inp] = np.nan\n",
    "    return vint"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {},
   "outputs": [],
   "source": [
    "os.environ['NUMBA_NUM_THREADS'] = '6'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [],
   "source": [
    "f = np.load('../data/Volve2dfence_NO_15_9-19_BT2.npz',\n",
    "            allow_pickle=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [],
   "source": [
    "t_seis = f['t_seis']\n",
    "t_vrms = f['t_vrms']\n",
    "t_ainvt = f['t_ainvt']\n",
    "dt = t_seis[1] - t_seis[0]\n",
    "\n",
    "seismic_fence = f['seismict_fence']\n",
    "vrms_fence = f['vrms_fence']\n",
    "aiinvt_fence = f['aiinvt_fence']\n",
    "x_seis = np.arange(seismic_fence.shape[0])\n",
    "\n",
    "horizons_fence = f['horizons_fence'][()]\n",
    "\n",
    "well_tvdss = f['well_tvdss']\n",
    "well_twt = f['well_twt']\n",
    "well_ai = f['well_ai']\n",
    "twell = f['twell']\n",
    "twell_int = f['twell_int']\n",
    "xfence = f['xfence']\n",
    "xfence_int = f['xfence_int']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Compute interval velocities from RMS"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Given that we have access to only RMS velocities in time, we need to estimate interval velocities from them"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [],
   "source": [
    "vint_fence = np.zeros_like(vrms_fence)\n",
    "for ifence in range(len(x_seis)):\n",
    "    vint_fence[ifence] = vrms2vint(vrms_fence[ifence], t_vrms / 1000)\n",
    "vint_fence = gaussian_filter(vint_fence, sigma=30)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We now regrid the RMS velocities to the same grid as our data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {},
   "outputs": [],
   "source": [
    "IL, T = np.meshgrid(x_seis, t_seis, indexing='ij')\n",
    "\n",
    "vinterp = RegularGridInterpolator((x_seis, t_vrms), vint_fence, bounds_error=False, fill_value=0)\n",
    "vint_fence = vinterp(np.vstack((IL.ravel(), T.ravel())).T)\n",
    "vint_fence = vint_fence.reshape(seismic_fence.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extract traces along well trajectory"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 67,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x216 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "aiextr1_t = RegularGridInterpolator((x_seis, t_ainvt), \n",
    "                                    aiinvt_fence, \n",
    "                                    bounds_error=False, \n",
    "                                    fill_value=np.nan)(np.vstack((x_seis, twell)).T)\n",
    "\n",
    "aiextr1_t_int = RegularGridInterpolator((xfence, t_ainvt),\n",
    "                                        aiinvt_fence, \n",
    "                                        bounds_error=False,\n",
    "                                        fill_value=np.nan)(np.vstack((xfence_int, twell_int)).T)\n",
    "\n",
    "nsmooth=5\n",
    "plt.figure(figsize=(10, 3))\n",
    "plt.plot(well_twt, \n",
    "         filtfilt(np.ones(nsmooth)/nsmooth, 1, well_ai),  \n",
    "         'k', lw=3, label='AI log (t)')\n",
    "plt.plot(twell_int, aiextr1_t_int, 'g', lw=2);"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Estimate wavelet"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Window data and velocity model to area of interest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [],
   "source": [
    "tmin, tmax = 1900, 3200\n",
    "itmin, itmax = int((tmin-t_seis[0])/dt), int((tmax-t_seis[0])/dt)\n",
    "\n",
    "vint_fence = vint_fence[:, itmin:itmax]\n",
    "seismic_fence = seismic_fence[:, itmin:itmax]\n",
    "t_cut = t_seis[itmin:itmax]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x360 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "nt_wav = 21 # number of samples of statistical wavelet\n",
    "nfft = 512 # number of samples of FFT\n",
    "wav_scaling = 1e1\n",
    "\n",
    "# Wavelet time axis\n",
    "t_wav = np.arange(nt_wav) * (dt/1000)\n",
    "t_wav = np.concatenate((np.flipud(-t_wav[1:]), t_wav), axis=0)\n",
    "\n",
    "# Estimate wavelet spectrum\n",
    "wav_est_fft = np.mean(np.abs(np.fft.fft(seismic_fence, nfft, axis=-1)), axis=0)\n",
    "fwest = np.fft.fftfreq(nfft, d=dt/1000)\n",
    "\n",
    "# Create wavelet in time\n",
    "wav_est = np.real(np.fft.ifft(wav_est_fft)[:nt_wav])\n",
    "wav_est = np.concatenate((np.flipud(wav_est[1:]), wav_est), axis=0)\n",
    "wav_est = wav_est / wav_est.max()\n",
    "wav_est *= wav_scaling\n",
    "\n",
    "# Display wavelet\n",
    "fig, axs = plt.subplots(1, 2, figsize=(20, 5))\n",
    "fig.suptitle('Statistical wavelet estimate')\n",
    "axs[0].plot(fwest[:nfft//2], wav_est_fft[:nfft//2], 'k')\n",
    "axs[0].set_title('Frequency')\n",
    "axs[1].plot(t_wav, wav_est, 'k')\n",
    "axs[1].set_title('Time');"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Well tie"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 160,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 576x648 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Interpolate AI log over regular time axis\n",
    "twell_int_reg = np.linspace(np.nanmin(twell_int),  np.nanmax(twell_int), 1001)\n",
    "aiextr1_t_int_reg = np.interp(twell_int_reg, twell_int, aiextr1_t_int)\n",
    "aiextr1_t_int_reg[np.isnan(aiextr1_t_int_reg)] = np.nanmin(aiextr1_t_int_reg)\n",
    "\n",
    "# Model synthetic \n",
    "Lop = PoststackLinearModelling(wav_est, nt0=aiextr1_t_int_reg.size)\n",
    "dwell = Lop * aiextr1_t_int_reg\n",
    "\n",
    "# Extract seismic along well\n",
    "d_seis = RegularGridInterpolator((x_seis, t_seis), \n",
    "                                 seismic_fence,\n",
    "                                 bounds_error=False,\n",
    "                                 fill_value=np.nan)(np.vstack((xfence_int, twell_int)).T)\n",
    "\n",
    "# Model synthetic \n",
    "Lop = PoststackLinearModelling(wav_est, nt0=aiextr1_t_int_reg.size)\n",
    "d_log = Lop * np.log(aiextr1_t_int_reg)\n",
    "\n",
    "fig, axs = plt.subplots(1, 3, sharey=True, figsize=(8, 9))\n",
    "axs[0].plot(aiextr1_t_int, twell_int, 'k')\n",
    "axs[0].set_title('AI profile')\n",
    "axs[1].plot(d_seis, twell_int, 'k')\n",
    "axs[1].fill_betweenx(twell_int, 0, d_seis, where=np.array(d_seis)>0, color='r')\n",
    "axs[1].fill_betweenx(twell_int, 0, d_seis, where=np.array(d_seis)<0, color='b')\n",
    "axs[1].set_title('True')\n",
    "axs[2].plot(d_log, twell_int_reg, 'k')\n",
    "axs[2].fill_betweenx(twell_int_reg, 0, d_log, where=np.array(d_log)>0, color='r')\n",
    "axs[2].fill_betweenx(twell_int_reg, 0, d_log, where=np.array(d_log)<0, color='b')\n",
    "axs[2].set_ylabel('Time (s)')\n",
    "axs[2].set_title('Synthetic')\n",
    "axs[2].set_ylim(2800, 2000);"
   ]
  }
 ],
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